F. Algebr. irrat. fract. TABLE 32 suite. 



Lira. 1 el oo. 



4.C 



11) 



C( rb 1^6' TC 0,11 



\ ^.f tl dx = {—\Y~ Cosec. —■ Oettinger, Cr. 38. 162. 



J X bo 



C\^'^x^]\ x) , T{a + \)T{b-a) 

 12) / -\ — ^-^ '— dx = Z^-i-i — --"— r-'TT Schlbrailch, Gr. 6, 213. 



7 / , . 1 *+i r J+. 



..ir 



dx In 



= - 7T Cosec. - 



x^ix-" — 1) 2 <? 



^ 



llaabe, Int. 147. — Olira, Ausw. 14. 



IX 



xV^ {xp — 1) f 



n n 



= — Cosec. - 



i dx o 



15)1 = 71 bee. p TC 



f dx l — 2p^ 



16) / : = n Seep n 



'J x^x—l)P-i 2 ^ 



17) 

 IS) 



19) 



20) 



l)P+i 2 



f dx 



J x'{x — 



f da} 7C 



I ; ? "" b 



•' X(x'> — l)i 



2 

 2p+l 



TV Sec. p Tt 



an 

 = - Cosec. —~ 







( 



Oettinger, Cr. 38. 162. 





dx 



n an 



= (~ 1)<: 7 Cosec. ~ 



■-+C h b 



{xb — lf 



f dx , , (6 + a)<:/* a69-c- 1 ^ an 

 I :: — = I — l)g „ . ':,: :—, — n Cosec. —r' 



J xi 



IX , , (0 -\- a)'-'" aoy-'--' aii 



= ( — 1)9 — TV Cosec. — 



, «+„ ^ ' a9/l> lo-g/ia + bc b 



Xb — 1)6 ^ 



-3)6+1 (a;6— 1) 



] 



F. Algebr. entiere. 



TABLE 33. 



Lim. etj). 



,/. 



4b I 



'/ 



%) \ xdx\y[p'' - x'^)= - p^ 



Sohnke, Samml. 



Page 71. 



3)lx^dxi^{p^—x^) = ~p*n, 



